Eliza, a family science student, asks married couples to count the number of arguments they have in

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Eliza, a family science student, asks married couples to count the number of arguments they have in a month (x) and rate their children’s happiness on a scale from 1 to 7 (y), higher numbers indicating greater unhappiness. The data are below:

ID y 1 1 3 2 3 3 3 4 7 7 11 3 7 2 2 4 9. 1 7 10 14 11 12 2 7


a. Calculate the correlation for Eliza’s data.

b. What is the null hypothesis for these data?

c. What is the degrees of freedom value for these data?
d. If Eliza conducts a two-tailed test, what should the critical values for an NHST be?

e. Should she reject or retain the null hypothesis?
f. Is the p-value (a) greater than .05, (b) between .01 and .05, or (c) less than .01?

g. What is the r2 value?

h. Draw a scatterplot that represents these data.

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